The partial rough master production schedule for period $6$ is given. Is the plan for this period feasible if the planned number of workers for this period is $64$ and each worker works $20$ days per month and $8$ hours per day $?$

Rough Master Production Schedule$-$ Month $6$

Product Family

Setup Time per Batch $($hour$)$

Average Batch Size

Number of setups

Production Time per Unit $($hour$)$

Total production time $($hour$)$

$($setup time $+$ production time$)$

Production Quantity

A

$8$

$50$

$5$

$5\mathrm{.}6$

$1474$

$256$

B

$6$

$150$

$4$

$3$

$1944$

$640$

C

$8$

$100$

$5$

$3\mathrm{.}8$

$1986$

$512$

D

$10$

$50$

$5$

$4\mathrm{.}8$

$1279$

$256$

E

$6$

$100$

$5$

$3\mathrm{.}6$

$1873$

$512$

F

$5$

$75$

$5$

$4$

$1525$

$375$

Total

$10,080$ hours

Question $1$ options:

No$,$ the plan is not feasible because the available time is $160$ hours less than the total production time.

Yes, the plan is feasible because the available time is $80$ hours more than the total production time.

No$,$ the plan is not feasible because the available time is $80$ hours less than the total production time.

Yes, the plan is feasible because the available time is $160$ hours more than the total production time.